{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "cc14ba53-71b6-4358-af97-80b55e51ae9a",
   "metadata": {},
   "source": [
    "# Trim Envelope\n",
    "\n",
    "Calculate the set of trim points for an aircraft over a range of airspeeds\n",
    "and range of flight path angles $\\gamma$. The required thrust and AoA is\n",
    "indicated via a colormap for each trim point."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "04292d8f",
   "metadata": {},
   "outputs": [],
   "source": [
    "# Confirm that JSBSim is installed. If not and running on Google Colab\n",
    "# then install JSBSim into the Google Colab instance.\n",
    "\n",
    "import os\n",
    "\n",
    "try:\n",
    "  import jsbsim\n",
    "  print('JSBSim is installed')\n",
    "  # Relative path to the directory where the flight model is stored\n",
    "  # Note - Aircraft directory needs to be writeable in order to modify the cg\n",
    "  PATH_TO_JSBSIM_FILES=\"../..\"\n",
    "  print(f'Current working directory: {os.getcwd()}')\n",
    "except ImportError:\n",
    "  import sys\n",
    "  if 'google.colab' in sys.modules:\n",
    "      print('Installing JSBSim...')\n",
    "      !pip install jsbsim\n",
    "      # Use the standard aircraft supplied by the JSBSim Python package\n",
    "      PATH_TO_JSBSIM_FILES=None"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "d013b2e8-f7d3-45be-9aa0-a757269d3e59",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1152x576 with 4 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "import jsbsim\n",
    "import matplotlib.pyplot as plt\n",
    "import math\n",
    "\n",
    "# --- Configuration Section ---\n",
    "# Global variables that must be modified to match your particular need\n",
    "# The aircraft name\n",
    "# Note - It should match the exact spelling of the model file\n",
    "AIRCRAFT_NAME=\"737\"\n",
    "\n",
    "# --- JSBSim Initialization ---\n",
    "# These lines initialize the flight dynamics model.\n",
    "\n",
    "# Avoid flooding the console with log messages\n",
    "jsbsim.FGJSBBase().debug_lvl = 0\n",
    "\n",
    "# Create a flight dynamics model (FDM) instance.\n",
    "fdm = jsbsim.FGFDMExec(PATH_TO_JSBSIM_FILES)\n",
    "\n",
    "# Load the aircraft model\n",
    "fdm.load_model(AIRCRAFT_NAME)\n",
    "\n",
    "# Set engines running\n",
    "fdm['propulsion/set-running'] = -1\n",
    "\n",
    "\n",
    "# --- Simulation Parameters ---\n",
    "# These lines set the simulation parameters.\n",
    "\n",
    "# Set alpha range for trim solutions\n",
    "fdm['aero/alpha-max-rad'] = math.radians(12)   # Maximum angle of attack in radians.\n",
    "fdm['aero/alpha-min-rad'] = math.radians(-4.0) # Minimum angle of attack in radians.\n",
    "\n",
    "# Set envelope limits\n",
    "min_speed = 120   # Set the minimum calibrated airspeed (kts).\n",
    "max_speed = 460   # Set the maximum calibrated airspeed (kts).\n",
    "altitude = 15000  # Set the altitude (ft).\n",
    "min_gamma = -10   # Set the minimum flight path angle (deg).\n",
    "max_gamma = 10    # Set the maximum flight path angle (deg).\n",
    "\n",
    "# Trim results\n",
    "results = []  # Initialize an empty list to store the trim results.\n",
    "\n",
    "\n",
    "# --- Simulation running ---\n",
    "# These lines run the simulation for each conditions.\n",
    "\n",
    "# Iterate over a range of speeds and for each speed a range of flight path angles (gamma)\n",
    "# and check whether a trim point is possible\n",
    "for speed in range(min_speed, max_speed, 10):\n",
    "    for gamma in range(min_gamma, max_gamma, 1):\n",
    "        # set the initial conditions\n",
    "        fdm['ic/h-sl-ft'] = altitude  # altitude above sea level (ft)\n",
    "        fdm['ic/vc-kts'] = speed      # calibrated airspeed (kts)\n",
    "        fdm['ic/gamma-deg'] = gamma   # flight path angle (deg)\n",
    "\n",
    "        # Initialize the aircraft with initial conditions\n",
    "        fdm.run_ic()\n",
    "\n",
    "        # Trim the aircraft.\n",
    "        try:\n",
    "            # 1 means straight flight by using all changeable control variables.\n",
    "            fdm['simulation/do_simple_trim'] = 1\n",
    "\n",
    "            # Append the airspeed, AoA, gamma, and throttle to the results list.\n",
    "            results.append((fdm['velocities/vc-kts'], fdm['aero/alpha-deg'], gamma, fdm['fcs/throttle-cmd-norm[0]']))\n",
    "\n",
    "        except jsbsim.TrimFailureError:\n",
    "            pass  # Ignore trim failures\n",
    "\n",
    "\n",
    "# --- Plot Results ---\n",
    "# This section plots the simulation results.\n",
    "\n",
    "# Extract the trim results\n",
    "speed, alpha, gamma, throttle = zip(*results)\n",
    "\n",
    "plt.rcParams[\"figure.figsize\"] = (16, 8)  # Set the figure size for matplotlib plots.\n",
    "\n",
    "# Plot the trim envelope results, with required thrust and AoA indicated via a colormap\n",
    "fig, (axThrust, axAoA) = plt.subplots(1, 2)  # Create a figure with two subplots (thrust and AoA)\n",
    "\n",
    "# Graph data for each of the sub plots (title, ax, data)\n",
    "graph_data = [ ('Thrust', axThrust, throttle), ('AoA', axAoA, alpha) ]\n",
    "\n",
    "for title, ax, data in graph_data:\n",
    "    # Scatter plot with airspeed on x-axis, gamma on y-axis and either thrust setting or\n",
    "    # AoA indicated via color map\n",
    "    scatter = ax.scatter(speed, gamma, c=data, cmap='viridis')\n",
    "    cb = fig.colorbar(scatter, ax=ax)  # Add a colorbar to the plot.\n",
    "    cb.set_label(title)\n",
    "\n",
    "    # Graph axis range for speed and gamma\n",
    "    ax.set_xlim(min_speed - 20, max_speed + 20)\n",
    "    ax.set_ylim(min_gamma * 2, max_gamma * 2)\n",
    "\n",
    "    ax.grid(True, linestyle='-.')   # Add a grid to the plot.\n",
    "\n",
    "    ax.set_xlabel('IAS (kt)')\n",
    "    ax.set_ylabel('Flight Path Angle $\\gamma$ (deg)')\n",
    "    ax.set_title(f'Trim Envelope - {title}')\n",
    "\n",
    "plt.show()  # Display the plot."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "e3b37d46-82a5-488b-9059-4988328eba58",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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